中文摘要：

提出了一种由径向振动模式的圆环形压电换能器晶片组成的圆柱形阵列换能器结构，依据阵元激励信号的相位调控机理，推导了圆环形聚焦声场的调控公式，在三维空间中构建了圆环形聚焦声场，实现了对其聚焦区域大小、聚焦圆环半径以及轴向位置移动的调控．理论分析和仿真研究表明，所提出的圆柱形阵列换能器实现了对圆环形聚焦声场的调控．为检测超声、功率超声、医学超声等应用领域提供了一种可实现的新型圆环形可调控聚焦声场．

英文摘要：

Based on Huygens principle about the aspect of phased array, this paper presents a structure of cylindrical acoustic transducer consisting of circular ring piezoelectric transducer elements in radial vibration mode, which can be used to achieve the ultrasonic nondestructive test for the cylindrical scanning acoustic field in three-dimensional space. By analyzing the acoustic field of a single ring line source and a single element, the sound field distribution of the phased array is obtained for constructing circular ring acoustic focused field. By means of the phased array incentive mode, the phase difference of driving signals is generated and forms a regular time delay; with the accomplishment of sound field scanning in cylindrical three-dimensional space, the circular ring acoustic focused field can be controlled in real time. Theoretical analysis and finite element simulation results demonstrate that the size of the circular ring acoustic focused field can be controlled by the numbers of the excited array elements, which are 4, 8, 16 and 32 respectively in our work. We find that with more array element numbers, the circular ring acoustic field has better focused features. The radius size of the circular ring acoustic focused field can be controlled by the different locations of the focus positions which are 30 and 50 mm respectively in our work. And we find that as the distance between the focus positions and the center of piezoelectric wafer becomes longer, the radius of the circular ring acoustic focused field becomes bigger, and the position of the focus is equivalent to the radius of the circular ring acoustic focused field. The movement along the axial direction of circular ring acoustic focused field can be controlled by the angle of deflection, which are set as 0°, 10° respectively in our work. And we find that the circular ring acoustic focused field is deflected in a corresponding deflection angle along the Z-axis, and the moving distance is Fz = F/sinγ. With the theoretical analysis and the exp